You are ordering the decimals and fractions below in ascending order 119 , 116 , 1312 , 0.01 , 0.062 Which number would be first in your order? (1 point) Responses 1 19 1 19 1 16 1 16 1 312 1 312 0.01 0 point 0 1 0.062 0 point 0 6 2
The correct order in ascending order is:
0.01, 0.062, 116, 119, 1312
Therefore, the number that would be first in the order is 0.01.
To order the decimals and fractions in ascending order, we compare them from least to greatest.
The given decimals and fractions are:
119, 116, 1.312, 0.01, 0.062
Comparing them, we have:
0.01 < 0.062 < 1.312 < 116 < 119
Therefore, the first number in the ascending order would be 0.01.
To order decimals and fractions in ascending order, you need to compare them and arrange them from smallest to largest. Let's analyze the given list of decimals and fractions:
119, 116, 1312, 0.01, 0.062
To begin, we'll first examine the whole numbers: 119 and 116. Since 116 is smaller than 119, it should come first in the ordered list.
Next, we'll compare the fractions or decimals less than 1. We have 0.01 and 0.062. When comparing fractions or decimals, it's easier to compare them when they have the same number of decimal places. So, we can convert 0.01 to 0.010 by adding a trailing zero.
Now, we can compare 0.010 with 0.062. Since 0.010 is smaller than 0.062, it should come before it in the ordered list.
So far, our ordered list is: 116, 0.01, 0.062
Now, let's compare the remaining number, 1312, with the ordered list we have. Since 1312 is greater than all the numbers in the list, it would come last.
Therefore, the first number in the ordered list would be 116.
Answer: 116